Consider the beam shown in $($Figure $1).EI$ is constant.

Figure

$1$ of $1$

Part A

Determine the equation of the elastic curve for the part of the beam $x_1{x}_1,a,P,EI{x}_2{x}_2,a,P,EI{v}_2=$a using the $x_2$ coordinate.

Express your answer $in$ terms $of$ some $or$ all $of$ the variables $x_2,a,P,E,$ and I.

$v_2=$

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Part $C0$ using the $x_1$ coordinate.

Express your answer $in$ terms $of$ some $or$ all $of$ the variables $x_1,a,P,E,$ and I.

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Part $B$

Determine the equation $of$ the elastic curve for the part $of$ the beam a using the $x_2$ coordinate.

Express your answer $in$ terms $of$ some $or$ all $of$ the variables $x_2,a,P,E,$ and I.

$v_2=$

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Part C$,$ Vmax$=?$